Teen Patti

Teen Patti in one paragraph

Teen Patti means “three cards”. Four to seven players each receive three cards from a standard 52-card pack, aces high, and bet in turn until everyone but one player has folded or two players pay for a showdown. It is the same game the British call three-card brag, and it is the card game of Diwali night in most of India. What follows is the ranking order, the exact odds behind it, the betting mechanics, and the named variations — plus the part almost no rules page mentions, which is that the ranking order contradicts the game’s own probabilities.

Hand rankings, and exactly how rare each one is

There are 22,100 different three-card hands in a 52-card pack. Every one of them was enumerated to produce the table below, and each figure was checked a second time against a closed-form count — the two methods agree exactly and the six categories sum to 22,100.

All 22,100 three-card hands enumerated, then verified against the closed-form counts 13×C(4,3), 12×4, 12×(4³−4), 4×C(13,3)−48 and 13×C(4,2)×48.

The first thing to take from that table has nothing to do with rare hands. Three hands in every four are nothing at all — no pair, no suit, no run. Teen Patti is not a game of made hands. It is a game of betting with rubbish, which is why the blind-and-seen structure below matters more than the ranking does.

The ranking is upside down at the top, and you can prove it in one line

Look again at the first two rows. A trail has 52 combinations. A pure sequence has 48. The trail is the more common of the two — and it beats the pure sequence.

That is backwards. In every mainstream card game, a hand ranks above another because it is harder to get. Poker’s five-card ladder is built that way from top to bottom. Teen Patti’s ladder is built that way too — sequence over colour, colour over pair, pair over high card, all correctly ordered by frequency — and then it inverts at the one place where it is decided who takes the biggest pot of the night.

The arithmetic is not close and it is not disputable. A trail is one rank chosen from thirteen, with three suits chosen from four: 13 × 4 = 52. A pure sequence is one of twelve valid runs in one of four suits: 12 × 4 = 48. Pure sequences are 7.7% scarcer, and they lose.

It is worth stating plainly that the most-cited English reference on the game gets this backwards. Wikipedia’s Teen Patti article says trios are ranked above straight flushes “despite trios being rarer” — which is both the wrong way round on the facts and self-contradictory as a sentence, since a rarer hand ranking higher would be the ordinary rule rather than something to be conceded. The counts above are what a deck actually contains.

There is a small practical consequence. Because the top hand in Teen Patti is the commoner of the two, the unbeatable holding turns up about 8% more often than it would under a frequency-correct ranking — once in 425 hands instead of once in 460. Not a reason to change how you play. Just not the ladder you were told it was.

The sequence order — where the two standard references flatly disagree

Twelve runs of three are legal: A-K-Q, A-2-3, K-Q-J, Q-J-10 and downwards to 4-3-2. The ace works at both ends. K-A-2 does not exist — the ace does not wrap around the corner.

Which of those twelve is the highest is where it gets awkward. Pagat, the standard rules reference, says A-2-3 is the highest straight run and A-K-Q comes second. Wikipedia says the opposite: A-K-Q first, A-2-3 second. Both are widely followed, and the disagreement is about the single hand most likely to be holding the largest pot in the game. Settle it out loud before the first deal, not during a showdown.

Note what this does not affect: the set of legal runs is the same twelve under either reading, so every count in the table above is unchanged. Only the order within the category moves.

One small consequence of the ace being allowed at the bottom: A-2-3 is what keeps the run count at twelve rather than eleven. Without it there would be 44 pure sequences against 52 trails, and the ranking inversion would be wider still — 18% instead of 7.7%. The A-2-3 rule narrows the anomaly; it does not create it.

How often each hand actually wins

Rarity is not the same question as safety. What a player wants to know is how often the hand in front of them gets beaten. The left-hand column below is exact: for every one of the 22,100 hands, all 18,424 hands an opponent could hold from the remaining 49 cards were counted. The right-hand column is a two-million-deal simulation of a four-handed table.

Exact head-to-head across all hands; four-handed figures from 2,000,000 simulated deals at a fixed seed. Two checks that the model is sound: averaged over all hands one opponent beats you 49.945% of the time, just under half with the remainder ties, and the four-handed win rates average to 24.97% against a fair share of 25%.

The number worth memorising is the pair. A pair feels like a hand. Against three opponents it wins 57% of showdowns — better than a coin toss and nothing more. Players lose money in Teen Patti by treating a pair as a reason to keep raising rather than a reason to see one more bet.

And in the other direction: high card wins a four-handed showdown once in ten. Since that is 74% of everything you are dealt, most of the money in this game changes hands between two players who both have nothing.

Blind and seen: the mechanic the whole game turns on

Everyone antes a boot into the pot. Then each player chooses, before betting, whether to look. A player who has not looked is blind; one who has is seen, and a seen player’s bet is called a chaal.

Betting structure as given by Pagat. House rules vary, particularly on the cost of a show and on how many turns a player may stay blind.

So a seen player pays double throughout. That is the price of information, and it is the reason staying blind is a real strategy rather than a stunt: with three hands in four being high card, knowing your cards is often worth less than paying half price to see the next one. Many tables cap it — blind for the first three turns, then you must look.

A side show (or compromise) lets a seen player ask the player who bet immediately before them to compare hands privately; the loser folds. It can be refused, and refusing is itself information. A show ends the hand when two players remain.

Teen Patti variations

Almost every household plays at least one variant, and they are usually announced by the dealer before the boot. These are the named ones that recur.

Variation list per the Wikipedia article on Teen Patti; the odds column is our own working from the combination counts above.

Muflis is the one worth thinking about, because reversing the ladder does not simply mirror the game. In ordinary Teen Patti the top category holds 52 hands out of 22,100. In Muflis the top category holds 16,440. A ranking system designed to separate players by rarity is turned into one where three quarters of the table are in the same bracket and everything is settled by which low cards you hold. It is a different game wearing the same name.

Where the law stands in India

This changed completely in 2025, and a great deal of what is written online about Teen Patti and Indian law predates it.

For decades the question was whether a game was one of skill or of chance. The Supreme Court held in State of Andhra Pradesh v. K. Satyanarayana (decided 22 November 1967) that rummy is preponderantly a game of skill, reasoning that the presence of a shuffle does not by itself make a game one of chance. Three-card games were generally treated on the other side of that line. Whole business models were built on which side a game fell.

The Promotion and Regulation of Online Gaming Act, 2025 (Act No. 32 of 2025, dated 22 August 2025) removes the distinction. Read at the text published by the Ministry of Electronics and Information Technology, its section 2(1)(g) defines an “online money game” as an online game — “irrespective of whether such game is based on skill, chance, or both” — played by paying fees or depositing money in expectation of winning. Section 5 then provides that “no person shall offer, aid, abet, induce or otherwise indulge or engage in the offering of online money game and online money gaming service”.

Sections and penalties read from the Act as published by MeitY. Section 1(2) states the Act extends to the whole of India and also applies to a service “offered within the territory of India or operated from outside the territory of India”.

Two details in that table matter more than the headline. The first is that section 1(2) reaches operators outside India, so being registered abroad is not the shelter it was. The second is that section 6 bans the advertising as well as the game. E-sports and social games with no stakes are expressly outside the Act.

So: Teen Patti played at home over Diwali for counters is a family card game, and always has been. Teen Patti played online for money in India is now prohibited outright, whichever side of the old skill-versus-chance line anyone thinks it falls on. Gambling law differs enormously between countries, what an operator will accept differs again, and it is your responsibility to know what applies where you are.

Operators

Four of the operators we review are listed below, in the order the site uses for readers across South Asia, with the welcome offer each currently advertises.

Welcome offers as published in our reviews, where the wagering requirements and full conditions are set out.

The short version

Three cards each, aces high, 22,100 possible hands, and three of every four are nothing. The ladder runs trail, pure sequence, sequence, colour, pair, high card — correctly ordered by frequency everywhere except the top, where the commoner hand wins. A pair takes a four-handed showdown 57% of the time, which is far less than it feels. A seen player pays double a blind one for the privilege of knowing. Agree whether A-2-3 or A-K-Q is the higher run before you deal, because the two standard references disagree. And in India, since August 2025, the online money version is banned outright.

FAQ